{"url":"https://api.github.com/gists/3734324","forks_url":"https://api.github.com/gists/3734324/forks","commits_url":"https://api.github.com/gists/3734324/commits","id":"3734324","node_id":"MDQ6R2lzdDM3MzQzMjQ=","git_pull_url":"https://gist.github.com/3734324.git","git_push_url":"https://gist.github.com/3734324.git","html_url":"https://gist.github.com/mbostock/3734324","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734324/raw/71dad075c9c67f605a6570396cbbe7acdbf66e5f/.block","size":66,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/eckert-ii\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734324/raw/04d8f5e0fc962b566d21f3121797ce5c74f75eff/README.md","size":207,"truncated":false,"content":"The [Eckert II projection](http://en.wikipedia.org/wiki/Eckert_II_projection) is available as `d3.geo.eckert2` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3734324/raw/1ab062f91a1440f5f61c93661d0dac51734820dd/index.html","size":1766,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/d3.geo.projection.v0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = d3.geo.eckert2()\n    .scale(160)\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar graticule = d3.geo.graticule();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"defs\").append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"use\")\n    .attr(\"class\", \"stroke\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"use\")\n    .attr(\"class\", \"fill\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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p8Lvf/Q6vv/46JiYmoNVq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\nNunh268rxTPpe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